The Number of Quarters Needed to Double an Investment When $\mathrm { n } = \log _ { 1.025 } 2$

question 99

Multiple Choice

The number of quarters needed to double an investment when a lump sum is invested at 10%, compounded quarterly, is given b $\mathrm { n } = \log _ { 1.025 } 2$ In how many years will the investment double, to the nearest tenth of a
Year?

• A) 28.1 years
• B) 3.5 years
• C) 7.0 years
• D) 14.0 years

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Definitions:

Sexual Dysfunction

Conditions that inhibit a person's ability to find pleasure in sexual acts.

Paraphilia

Patterns of sexual attraction to unusual or socially unacceptable objects, situations, or individuals.

Pedophilia

A mental health condition where an adult experiences sexual feelings towards children who have not yet reached puberty.

Refractory Period

A phase following an action during which a nerve or muscle is unresponsive to further stimulation.